Contradictory Premises. Conclusions are drawn from the interactions of premises: where two premises contradict each other, there can be no interaction and hence no conclusion. Similarly, if the definitions of two terms conflict with or exclude each other, then those two terms cannot be simultaneously ascribed to a single object or event. The classic example of contradictory premises is the question, "What will happen if an irresistible force meets an immovable object?" The problem here is that in a universe where an irresistible force has been defined to exist, there cannot also exist an immovable object, because then the force would not be irresistible. Conversely, if there is discovered or defined such an item as an immovable object, then by definition there can be no such thing as an irresistible force.
This fallacy's most popular appearance is in the form of a challenging question, because questions with contradictory premises are such brain teasers. In each case, though, no answer can be given because the premises cannot both be true.
Contradictory
It does not match your Premises. That is how we can use Premises.
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Contradictory premises refer to two statements that cannot both be true at the same time. For example, "All dogs are mammals" and "No dogs are mammals" are contradictory premises. Another example is "It is raining outside" and "It is not raining outside."
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on the premises
It does not match your Premises. That is how we can use Premises.
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It is NOT contradictory. Not any more than the number zero is "contradictory" to integers.
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Contradictory means in opposition. The two of them gave me contradictory information and I didn't know what to do.
Business premises is correct, just as you have it.
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